Consider nodal configuration 3 of Table 4.2. Derive the finite-difference equations under steady-state conditions for the following

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Consider nodal configuration 3 of Table 4.2. Derive the finite-difference equations under steady-state conditions for the following situations.

(a) The boundary is insulated. Explain how Equation 4.42 can be modified to agree with your result.

(b) The boundary is subjected to a constant heat flux.

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Fundamentals of Heat and Mass Transfer

ISBN: 978-0471457282

6th Edition

Authors: Incropera, Dewitt, Bergman, Lavine

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Question Posted: Sep 24, 2010 02:25 AM

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Consider nodal configuration 3 of Table 4.2. Derive the finite-difference equations under steady-state conditions for the following

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KNOWN Plane surface of twodimensional system FIND The finitedifference equation for nodal point on t...View the full answer

Fundamentals of Heat and Mass Transfer

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